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Measuring Time, The Ancient Sumerians and Ancient Aliens
By!
Ian Beardsley!
Copyright © 2024"
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Important To Point Out
You can speak of the structure of the solar system even though it changes with time. This is
important to understand when I refer to sizes of the Moon and the planets, and their orbital
distances.
The whole object of developing a theory for the way planetary systems form is that they meet the
following criterion: They predict the Titius-Bode rule for the distribution of the planets; the
distribution gives the planetary orbital periods from Newton’s Universal Law of Gravitation. The
distribution of the planets is chiefly predicted by three factors: The inward forces of gravity from
the parent star, the outward pressure gradient from the stellar production of radiation, and the
outward inertial forces as a cloud collapses into a flat disc around the central star. These forces
separate the flat disc into rings, agglomerations of material, each ring from which a different
planet forms at its central distance from the star (it has a thickness). In a theory of planetary
formation from a primordial disc, it should predict the Titius-Bode rule for the distribution of
planets today, which was the distribution of the rings from which the planets formed.
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Abstract
In Part 1 of this paper I show that the system of measuring time we have today, that divides the
day into 24 hours and the hours into 60 minutes, and the minutes into 60 seconds, that came
to us from the ancient Sumerians, who divided the day into 24 hours, and who gave us the
base 60 counting that resulted in our base unit of time, the second, to have the duration it has
today, was a choice that happens to coincide with my theory that shows that our Earth/Moon/
Sun system and atomic systems have a solution in common of the Schrödinger wave equation
with the same base unit of time of 1 second.!
The ancient Sumerians were the first to settle down from wandering, following the herds and
hunting them with stone spearpoint to invent agriculture, architecture, mathematics,
astronomy, and writing. They gave us civilization as we know it today. Since their second came
to us from their system of counting and I have found the second to be a base unit and natural
constant for our planetary system and atomic systems in common, I think it is reasonable to
suggest that perhaps they were given their system of mathematics by ancient Aliens. This is
easy to suggest because their writings say they were give their knowledge by “Those who
came from the sky.”!
In Part 2 of this paper I show evidence in support of this ancient alien hypothesis, that they
may have left a trace their time measurements in UFO activity in Manitoba Canada that
connects with an ancient number the Sumerians wrote down on clay tablets thousands of
years ago."
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Contents
Part 1: The Sumerians Give Us The Unit of a Second
Which Turns Out To Be A Natural Constant………………………………………5
Part 2: Ancient Sumerians, Ancient Aliens, And UFO’s Today…………………13
Natural Constants and Data………………………………………………………….30!
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Part 1: The Sumerians Give Us The Unit of a Second Which Turns Out To Be A Natural
Constant!
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While we can measure time by the completion of the Earth in its orbit around the Sun, 365.25
days, or by the rotation of the Earth once in 24 hours giving us the 24 hour day, we measure
the day by a division of it into 24 equal units we call the hour because the ancient Sumerians
divided the day from sunrise to sunset into 12 hours because they could measure time in the
day by the Sun’s position in the sky as determined by a shadow cast by it on the ground that
moves through 12 divisions in a day, each division called an hour. 12 hours are then added on
for the night from sunset to sunrise, so we have the 24 hour day from sunrise to sunrise, or
sunset to sunset. But why choose 12 divisions which gives us the duration of the hour? I
believe the reason is because 12 is the first abundant number. An abundant number means it is
divisible evenly by so many integers preceding it, that their sum is greater than the number
itself. That is,12 is evenly divisible by 1,2,3,4,6 which is greater than 12:!
1+2+3+4+6=16>12!
There is more reason to choose 12 and that is what it is divisible by. Firstly it is divisible by the
two smaller primes 2 and 3, the factors by which no integer can by reduced to further. 2 times
3 is 6 and 12 is evenly divisible by 6 and 6 is of primary importance in mathematics in that the
six-sided regular polygon, the regular hexagon, has its radii equal in lengths to it sides,
something, for one thing, that makes it easy as a tool for computing pi ( ) the ratio of the
circumference of a circle to its diameter. This because inscribed in a circle it approximates the
circle, meaning its perimeter of six, if each side is taken as one, gives its diameter is two,
meaning is close to six divided by two is three. Further twelve is evenly divisible by 4, and the
four-sided square is one of the regular polygons that tessellate meaning the square can tile a
surface evenly without leaving gaps. This makes it suitable for a coordinate system to specify a
point in the plane or space. Such a coordinate system is the first we learn of in school, and is
the most used, in fact other coordinate systems are defined in terms of it like spherical systems
where the angle is measured from a set of rectangular axes.!
The other two regular polygons that tesselate are the equilateral triangle and our regular
hexagon. We have the three regular tessellators, tesselate as such…!
The Sumerians use a base 60 (sexagesimal) counting system because 60 is evenly divisible by
so much as well:!
1,2,3,4,5,6,10, 12, 15, 20, 30!
Making it an abundant number as well, it add up to 108, which is much greater than 60. It is
important to have 5 because in the regular pentagon it determines the golden ratio, Phi ( ),
which is recurrent throughout Nature. Life more often meets up with 5-fold symmetry, like a star
fish with five arms, a human with two legs, two arms, and a head, or five fingers on each hand.
The physical more often meets up with six-fold symmetry, like in the points on a snowflake. We
then have our base unit of one second comes from dividing our day into 24 hours and each of
those hours into 60 minutes, and each of those minutes into 60 seconds. Thus the unit of a
second comes to us from the ancient Sumerians, but I find the unit of a second is a natural
constant for the the atom and the solar system. !
So we have to ask did ancient aliens give the Sumerians their method of measuring time with
the 24 hour day, and base 60 sexagesimal counting. Indeed, they were the first to settle down
from hunting with stone spearpoint and following the herds to invent agriculture, architecture,
mathematics, and writing and their myths say they were given this knowledge from “Those who
came from the sky”. !
π
π
ϕ
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This second I found is the base unit of the orbital dynamics of the solar system. I found I could
create three operators, one that acts on the radius of the proton to its mass, and the other that
acts on the radius of the Sun to its mass, and one that acts on angular momentum to speed.
is Planck’s constant, is the universal constant of gravitation, is the speed of light, is the
fine structure constant, is the radius of a proton, is the mass of a proton, is the mass
of the Moon, is its radius, and the EarthDay is the rotation period of the Earth:!
1)
2)
3)
They seem to suggest that the Earth orbit might by quantized in terms of the Moon and a base
unit of one second.
We say there is a Planck constant for the solar system. We do it with a base unit of one second
because equations 1 and 2 suggest we should . We suggest it is such that it is given by the
standard Planck constant for the atom, , times some constant, , and the Kinetic energy of the
Earth.
4)
5)
Where
6).
Where equation 6 comes from equation 3.
We derive the value of our solar Planck constant
=
h
G
c
α
r
p
m
p
M
m
R
m
(
1
6α
2
4πh
Gc
)
⋅
r
p
m
p
= 1secon d
(
M
m
R
m
(Ear th Da y)
)
⋅
R
⊙
M
⊙
= 1secon d
2
3
⋅
π r
p
α
4
G m
3
p
1
3
⋅
h
p
c
= 1secon d
h
C
ℏ
⊙
= (hC )K E
e
hC = 1secon d
C =
1
3
⋅
1
α
2
c
2
3
⋅
π r
p
G m
3
p
C =
1
3
⋅
1
α
2
c
1
3
⋅
2π r
p
G m
3
p
1
3
⋅
18769
299792458
1
3
⋅
2π (0.833E − 15)
(6.67408E − 11)(1.67262E − 27)
3
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=
=
=
Now we show that our Planck constant for the solar system gives the base unit of one second for
the quantization. We call our solar Planck constant and find the wavelength for the Moon
which is the ground state for the solar system:
7)
Then wavelength associated with the Moon divided by the speed of light should be 1 second if
our planetary system is quantized in terms of the Moon and a base unit of one second. We have
8)
And we see it is, so we have
9)
The solution for the orbit of the Earth around Sun with the Schrödinger wave equation can be
inferred from the solution for an electron around a proton in the a hydrogen atom with the
Schrödinger wave equation. The Schrödinger wave equation is, in spherical coordinates
1.55976565E 33
s
m
m
kg
3
⋅
s
2
kg
m
3
=
s
m
s
2
kg
2
m
2
=
s
m
⋅
s
kg ⋅ m
=
1
kg
⋅
s
2
m
2
1
C
= kg
m
2
s
2
=
1
2
mv
2
= energy
hC = (6.62607E − 34)(1.55976565E 33) = 1.03351secon d s ≈ 1.0secon d s
hC =
(
kg
m
s
2
⋅ m ⋅ s
)
(
1
kg
⋅
s
2
m
2
)
(
kg
m
2
s
)(
1
kg
⋅
s
2
m
2
)
= second s
K E
earth
=
1
2
(5.972E 24kg)(30,290m /s)
2
= 2.7396E 33J
ℏ
⊙
= (hC )K E
earth
= (1.03351s)(2.7396E 33J ) = 2.8314E 33J ⋅ s
ℏ
⊙
λ
moon
=
ℏ
2
⊙
GM
3
m
=
(2.8314E 33)
2
(6.67408E − 11)(7.34763E 22kg)
3
= 3.0281E8m
λ
moon
c
=
3.0281E8m
299,792,458m /s
= 1.010secon d s
λ
moon
c
= 1secon d
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10)
Its solution for the atom is
11)
12)
is the energy for an electron orbiting protons and , is the orbital shell for an electron with
protons, the orbital number. I find the solution for the Earth around the Sun utilizes the
Moon around the Earth. This is different than with the atom because planets and moons are not
all the same size and mass like electrons and protons are, and they don’t jump from orbit to
orbit like electrons do. I find that for the Earth around the Sun
13)
14)
is the kinetic energy of the Earth, and is the planet’s orbit. is the radius of the Sun,
is the radius of the Moon’s orbit, is the mass of the Earth, is the mass of the Moon, is
the orbit number of the Earth which is 3 and is the Planck constant for the solar system.
Instead of having protons, we have the radius of the Sun normalized by the radius of
the Moon. It is has always been an amazing fact the the sizes of the Moon and the Sun are such
that given their orbital distances, the Moon as seen from the Earth perfectly eclipses the Sun.
This becomes part of the theory and we suggest it is a condition for sophisticated planets that
harbor life by writing it:
15)
That is the orbital radius of the planet (Earth) to the orbital radius of its moon (The Moon) is
about equal to the the radius of the star (The Sun) to the radius of its moon (The Moon). We say
the system is quantized by the Moon and the base unit of one second. It is a fact that the Moon
orbiting the Earth optimizes the conditions for life on Earth because it holds the Earth at its
inclination to its orbit around the Sun allowing for the seasons, preventing extreme hot and
extreme cold. Let us now see if our solar Planck constant works…
16)
−
ℏ
2
2m
[
1
r
2
∂
∂r
(
r
2
∂
∂r
)
+
1
r
2
sinθ
∂
∂θ
(
sinθ
∂
∂θ
)
+
1
r
2
sin
2
θ
∂
2
∂ϕ
2
]
ψ + V(r)ψ = E ψ
E = −
Z
2
(k
e
e
2
)
2
m
e
2ℏ
2
n
2
r
n
=
n
2
ℏ
2
Z k
e
e
2
m
e
E
Z
r
n
Z
n
K E
e
= n
R
⊙
R
m
⋅
G
2
M
2
e
M
3
m
2ℏ
2
⊙
r
n
=
2ℏ
2
⊙
GM
3
m
⋅
R
⊙
R
m
⋅
1
n
K E
e
r
n
R
⊙
r
m
M
e
M
m
n
ℏ
⊙
Z
R
⊙
/R
m
r
planet
r
moon
≈
R
star
R
moon
R
⊙
R
m
=
6.96E8m
1737400m
= 400.5986
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=
=2.727E36J
The kinetic energy of the Earth is
The accuracy of our equation is:
Which is very good. Thus we have solved the Earth/Moon/Sun System with our spacetime
operators by using them to find a Planck constant for the solar system.
We want to suggest that the base 60 dynamic applied to the rotational velocity of the Earth to
measure time has a natural property associated with the atom and the Earth/Moon/Sun orbital
system as a solution to the atom’s wave equation. The Earth day is given by, in seconds
This gives since
Thus we have as factors for the seconds per day the smallest primes 2 and 3, and the 4 of
rectangular coordinate systems, and the versatile, abundant, 60. We then suggest the second is
dynamic in terms of what the ancients gave us because 86400 seconds comes from
and this I suggest is connected to Nature because the Earth rotates at a speed
that gives from these ancient factors the duration of a second that I found is the base unit of the
atomic systems and our planetary system, in particular our Earth/Moon/Sun system as a
solution of the Schrödinger wave equation that solves the same atomic system, which I will go
into right now.
We see the spacetime operators solve the atom by giving us the radius of a proton. We set
equation 3 equal to equation 1
3)
1).
These two yield
K E
e
= (1.732)(400.5986)
(6.67408E − 11)
2
(5.972E 24kg)
2
(7.347673E 22kg)
3
2(2.8314E 33)
2
K E
e
=
1
2
(5.972E 24kg)(30,290m /s)
2
= 2.7396E 33J
2.727E 36J
2.7396E 33J
100 = 99.5 %
(
1d ay
24hrs
)(
1hr
60min
)(
1min
60sec
)
=
1
186400
d ay
sec
2 ⋅ 3 ⋅ 4 = 24
2 ⋅ 3 ⋅ 4 ⋅ 60 ⋅ 60 = 86400second s /d a y
2 ⋅ 3 ⋅ 4 ⋅ 60 ⋅ 60
2
3
⋅
π r
p
α
4
G m
3
p
1
3
⋅
h
c
= 1secon d
(
1
6α
2
4πh
Gc
)
⋅
r
p
m
p
= 1secon d
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17).
I find this is close to the experimental value of the radius of a proton. I find I can arrive at this
radius of a proton another way, energy is given by Planck’s constant and frequency
We have
We take the rest energy of the mass of a proton :
The frequency of a proton is
Since our theory gave us the factor of 2/3 for the radius of a proton we have:
The radius of a proton is then
This is close to the CODATA value for the proton radius around 2018 (0.842E-15m). The result
is
We find it may be that the radius of a proton is actually
18)
r
p
=
2
3
⋅
h
cm
p
E = h f
f = 1/s, h = J ⋅ s, h f = (J ⋅ s)(1/s) = J
E = J = Joules = energ y
m
p
E = m
p
c
2
f
p
=
m
p
c
2
h
m
p
c
2
h
⋅
r
p
c
=
2
3
≈ ϕ =
m
p
c
h
r
p
m
p
r
p
=
2
3
⋅
h
c
r
p
=
2
3
⋅
h
cm
p
r
p
=
2
3
⋅
6.62607E − 34
(299,792,458)(1.67262E − 27)
= 0.88094E − 15m
r
p
= ϕ ⋅
h
cm
p
= 0.816632E − 15m
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Where is the golden ratio constant (0.618…). This is more along the lines of more recent
measurements. Both equations 17 and 18 for the radius of the proton can be right depending on
the dynamics of what is going on; the radius of a proton is not precisely defined, it is more of a
fuzzy cloud of subatomic particles. Thus we have solved the atom with our spacetime operators
by producing the radius of a proton.
Indeed if the dynamics of the factors the ancients gave us to create the duration of a second are
connected to the dynamics stars systems then then the second should define the rotational
angular momentum of the Earth since we divide the rotation period of the Earth into these
factors to get the unit of second, and should be connected to our Planck constant for the solar
system which is in units of angular momentum as well, as is Planck’s constant for the atom.
The angular momentum of the Earth with respect to the Sun is 2.66E40 kg m2/s. The rotational
angular momentum is 7.05E33 kg m2/s. In orbit angular momentum is given by
For a uniform rotational sphere it is given by
We found our solar system Planck constant was
This gives
19)
We are now equipped to show that the ancient Sumerians were right in dividing the rotation
period of the Earth (the day) into 24 units (the hour) because
That is
Which is to say the angular momentum of the Earth to its Planck constant gives the base 60
counting in terms of the 24 hour day, the 60 of 60 minutes in an hour, and 60 seconds in a
minute, that determine our base unit of duration we call a second that happens to be, as I have
shown, the base unit of the wave solution to the atom and the Earth/Moon/Sun system.
ϕ
L = 2π M f r
2
L =
4
5
π M f r
2
ℏ
⊙
= 2.8314E 33J ⋅ s
L
earth
ℏ
⊙
=
7.05E 33
2.8314E 33
= 2.4899 ≈ 2.5 = 2
1
2
2.5(24) = 60
L
earth
ℏ
⊙
24 = 60
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Part 2: Ancient Sumerians, Ancient Aliens, And UFO’s Today!
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Abstract
After developing a a single theory for atomic systems and planetary systems, I have found that
the unit of a second for measuring time, which ultimately came to us from the Ancient
Sumerians, who first settled down from following the herds and hunting with stone spearpoint to
invent writing, mathematics, agriculture and metallurgy along the Tigris and Euphrates rivers of
Mesopotamia, is a Natural constant.
There has been some suggestion by many scholars that, since this invention of civilization by
the Sumerians happened mysteriously almost overnight on an archaeological time scale, that
they were given knowledge by Ancient Aliens.
I am able to suggest that traces of such Aliens may exist in ancient records and contemporary
UFO sightings, and that the two are connected. I show this connection may be rooted in the
idea of the unit of a second for measuring time as a Natural constant, that it is a basis unit for
describing atomic systems, planetary systems, and biological systems in common.
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Introduction !
I developed a theory that solves both the atom and the solar system in terms of a base unit of
1 second and quantization of the system with the Earth’s moon. When working out the theory
the base unit of time came out to be 1 second, and I thought that was rather incredible
because the second came to us ultimately from the Ancient Sumerians who mysteriously
settled down from hunting with stone spearpoint and inventing agriculture, mathematics, and
astronomy, but we would hazard to guess they didn’t know about a wave equation solution for
the solar system or the radius and mass of the atom’s proton, let alone of the proton itself, that
all came much later with modern science.!
What was even more compelling was that this unit of a second occurred in many forms in
terms of many different things in the theory. I found:!
!
!
!
!
!
Where is the kinetic energy of the Moon, is the kinetic energy of the Earth, is the
fine structure constant is 1/137, is the rotation period of the Earth 24 hours, is
Planck’s constant, is the universal constant of gravitation, is the speed of light, is the
radius of the proton, is the mass of a proton, is a wavelength associated with the
Moon in the theory, is the mass of the Moon, is the mass of the Earth, is the mass
of the Sun, is the diameter of the Earth’s orbit, is the orbital velocity of the Moon, and
is the orbital velocity of the Earth, 3 is the Earth orbital number.!
In part 1 we already went into how I arrived at all that. I would like to go into the theory that we
may have ultimately got our unit of a second for measuring time from ancient aliens who may
have given it to the Ancient Sumerians who started civilization, the Ancient Sumerians from
whom we got writing, mathematics, and agriculture.!
1secon d =
KE
m
KE
e
(Ear thDay)
(
1
6α
2
4πh
Gc
)
⋅
r
p
m
p
= 1secon d
2
3
⋅
πr
p
α
4
Gm
3
p
1
3
⋅
h
c
= 1secon d
λ
moon
c
= 1secon d
1secon d = d
e
v
m
v
2
e
M
3
m
3
M
2
e
M
⊙
KE
m
KE
e
α
Ear thDay
h
G
c
r
p
m
p
λ
moon
M
m
M
e
M
⊙
d
e
v
m
v
e
of 16 31
We have the unit of a second today because the Ancient Sumerians had a base 60 system of
counting (sexagesimal it is called). The Sumerians divided the day into 12 hours, evenly
divisible into 60, and so from sunrise to sunrise was 24 hours, and from sunset to sunset was
24 hours. They multiplied 60 by 6, to get 360 degrees in a circle. Since the Earth does one
orbit around the Sun in 365 days, which is a year, the Earth goes through about 1 degree a day.
The Babylonians got that from them, and further divided the hour into 60 minutes, and the
minute into 60 seconds, though hours were in their sun dials, they only used minutes and
seconds for astronomy. The West, the Europeans, got their sun dials from the Babylonians but
did not incorporate minutes and seconds into their mechanical clocks until the 17th century,
but it all came from the Sumerians, who settled down from hunting with stone spearpoint and
started agriculture, writing, mathematics, and civilization in general. Sun dials were used in
Egypt as well and had 12 divisions throughout the day as well for hours. A sun dial simply tells
time by the angle of a shadow cast by the Sun as the sun rises and sets, its position measuring
time.!
The interesting thing is that we have the duration of a second is what it is not because we were
attempting to find some base unit of time for Nature, but rather we have the duration of a
second from ancient times that came to us over many years of dividing the rotation of the Earth
into hours, minutes, and seconds in such a way that we ended up with it. However we may have
had some sort of a thought going into it that was six-fold in Nature that lead it to being natural if
we consider:
And that thought may be was in a six-fold pattern that the motions of the Earth/Moon/Sun
system had in it approximately which we inadvertently characterized in the calendar:
Which can be written
Where there are 360 degrees in a circle and as such the Earth approximately moves through one
degree per day around the Sun. We achieved this because the ancients of Sumeria and Babylonia
from which the ancient Greeks received their counting system used base 60, sexagesimal
because 60 is evenly divisible by so much, that is by
1,2,3,4,5,6, 10, 12, 15, 20, 30,…
My Guess That Panned Out
I thought we might want to look for clues in present times for the possibility of aliens who may
still be coming here, in the reports of UFO’s.
I have undertaken this, and thought what a better way than to look at how we measure the
ancient second with modern clocks. The ancients did it with the position of the Sun in the sky
which comes from the rotation of the Earth, that turns once in 24 hours giving us the length of
the day, but that is not a very precise way to do it because the rotation of the Earth can waver in
1secon d =
1
365.25
⋅
1
24
⋅
1
60
⋅
1
60
= 0.0000000316881year
(
360da ys
year
)(
24h ours
d ay
)(
60min
h our
)(
60sec
min
)
= 31104000secon d s /year
12
2
(
60da ys
year
)(
1h our
d ay
)(
60min
h our
)(
60sec
min
)
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its period due to gravitational influences from other bodies in the solar system, like the Moon,
the Sun, and the planets.
We started with sun dials in ancient times, moved to gear ratios for clocks in medieval and
renaissance Europe, but in contemporary times we moved to oscillators, like the quartz crystal
oscillators in digital wrist watches, which is much more accurate. After that we got more
accurate with atomic clocks that make use of cesium. Quartz crystals and Cesium both occur in
Nature, and we mine them for making clocks.
In the 1980s the advent of solid-state digital electronics allowed for quartz timekeepers and
these are the mostly widely used today in most clocks and watches. If a quartz crystal is
appropriately shaped it will oscillate at a frequency of 32768 Hz, that is, 32768= oscillations
per second. Thus we began to define the second as that many oscillations of a quartz crystal.
Of course, over a year, a watch made from quartz crystals might lose a second or two over a year,
and more accurate is an atomic clock using cesium 133, the only stable isotope of cesium. The
second is now defined by 9,192,631,770 cycles of oscillations of the cesium atom.
Thus the first place I looked in hopes of finding clues to the existence of extraterrestrials,
extraterrestrials who may have given us the second in ancient times, was where cesium is found
and mined. It turns out it is a rare element and its most abundant deposits are in the province of
Manitoba in Canada, a place called Bernic Lake, in its South East corner. I then looked for UFO
sightings in Manitoba, and to my surprise found the most well documented UFO sighting in
Canada was there at Falcon Lake near the capitol Winnipeg which is right near Bernic Lake
where Cesium for clocks to define the second is primarily mined.
Interestingly, the Falcon Lake UFO sighting was in 1967 (May 20), the year we defined the
second with the cesium atomic clock, and was right near Bernic Lake where the cesium is
primarily mined. It involved a ship landing and a geologist that saw it, and approached it, Stefan
Michalak, who was hiking there looking for quartz deposits of all things, to stake a mining claim.
I thought perhaps the extraterrestrials were in the area looking for cesium, or quartz (which
occurs there as well) for their ship clocks.
To see the proximity of Falcon Lake of the UfO sighting, and Bernic Lake where Cesium is
primarily mined, to one another, and with the capitol of the province of Manitoba, go to the
maps on the next page…
2
15
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The Falcon Lake UFO Incident
Just how did the Falcon Lake UFO incident unfold? Steve Michalak was out inspecting a quartz
vein when he he saw two objects hovering 45 meters (150 ft) away from him glowing red. One
of the objects landed nearby and took on a disk shape. The other craft flew off. Before
approaching the craft Steve sat and drew it for half an hour. He noticed the craft lacked any
seams and had no insignias, and looked like smooth metal. It was 10.5 meters (34 ft) in
diameter, and 4.5 meters in height (15 ft).
He noticed a door was open with light coming out, and heard voices of people talking. He
attempted to communicate with them in English to offer mechanical support, but they did not
respond and he tried in Polish, Russian, and German to no avail. He touched the craft and the
fingertips of his gloves melted, it was so hot.
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The craft then rotated revealing a grid of holes that emitted a blast of heated gas that hit him in
the chest, setting his clothes a fire, which he took off and the craft flew away. After returning
home he sought medical attention at Misericordia Health Center for his injuries and nausia
where he was admitted to the emergency room. His injuries were confirmed by the doctors, with
gridline burns on his chest and stomach. It was confirmed he had radiation poisoning. He was
never convinced he saw a UFO that was alien but rather an experimental aircraft. The incident
was investigated by the Royal Canadian Mounted Police, the Royal Canadian Air Force, The
Department of Health, Department of National Defense, and American authorities the Aerial
Phenomena Research Organization and the United States Air Force as a part of the Condon
Committee. That is just a brief synopsis so I will leave the detailed story to books on the subject.
Cesium Clocks And the Ancient Constant of Nineveh
All that remains to be done now is to connect the Ancient Sumerians with modern cesium
atomic clocks that now define the unit of a second. It may seem a daunting task, but it can be
done.
The Ancient Sumerians who settled down in the Middle East (Mesopotamia) from following the
herds and hunting with stone spearpoints, to invent agriculture, mathematics, writing,
government, and metallurgy, did so almost overnight on an archaeological timescale and it has
been a mystery of archaeology just what caused this to happen.
Apparently, in their writing, cuneiform, which presses symbols into clay tablets with a stylus, the
Sumerians say they got their knowledge from “the Anunaki, those who came from above”.
According to Zecharia Sitchin, the word Nephilim in the Bible came from the Sumerians. Even
mainstream archaeology today says that the stories of the Bible had their origins in Sumerian
stories. Nephilim is Hebrew for “Those who came from above”, but it is translated as giants. I
asked a yiddish scholar why this is and he said it is because those who came from above were
giants.
Moving on, with the unearthing by archaeologists of the Assyrian civilization in current day Iraq,
and discovery of the palace and library of King Assurbanipal in Nineveh, we now had access to
some 30,000 Sumerian cuneiform tablets. Some of what was in them years later found their way
to NASA scientist, Maurice Chatelain, who oversaw the communications systems of the Apollo
missions to the Moon.
The language of Sumerian was decoded in 1846 by an Englishman, Henry Rawlinson, using
tablets with the same text inscribed in three different languages, thus breaking the code. In 1872
they were finally translated by the English Assyriologist, George Smith. Chatelain writes in his
book “Our Cosmic Ancestors”:
Among the tablets translated by Smith was a certain quantity that contained nothing but numbers,
fantastically huge numbers, apparently derived from complicated calculations…
I have not been able to find out to this day when and where somebody decided to study these
mathematical tablets again, but the translation into our decimal system was finally published a few years
ago, and one number stood out. It consisted of fifteen digits: 195,995,200,000,000…
I personally discovered the existence of the number in 1955,…
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One day I remembered that the Sumerians, who were the ancestors of the Babylonians, who were in turn
invaded by the Assyrians, used calculations based on multiples of 60 more than 3,000 years ago. We still
do not know for sure who the Sumerians were and where they came from but we have found out that they
were truly great astronomers who knew the revolution periods of all the planets of the solar system,
including Uranus and Neptune…
They were the ones who divided the day into 86,400 seconds with 24 hours of 60 minutes of 60 seconds
each. Immediately the realization came to me that the number of Nineveh represented a very, very long
long period of time expressed in seconds!…
The thought flashed into my mind that the clever Sumerians were familiar, among other things
astronomical, with the precession of the equinoxes — the turning of the terrestrial axis of rotation around
the pole of the ecliptic. This movement has a cycle of 9.540 million days or about 26,000 years.
…When I divided the Nineveh number by the cycle of the precession of the equinoxes, also called The
Big Year, I had the greatest surprise of my life! The sacred number of Nineveh divided exactly into 240 Big
Years of 9.450 million days each…
Then came my conclusion that this enormous number of Nineveh could very well be the long lost magic
number called the ‘great constant of the solar system’ the number that alchemists, astrologers, and
astronomers had been looking for for a very long time, while their ancestors were familiar with it more
than 3,000 years ago…
To put it short, Chatelain tested this and found the Nineveh constant was exact multiples of the
conjunction periods of all the planets.
This constant was the number I needed to suggest that the Ancient Sumerians got the unit of a
second, which came from their sexagesimal counting system, from extraterrestrials. I suggest
extraterrestrials, because the second I find is a base unit that describes a quantum mechanical
solution of the solar system and the atom’s proton in common, as in the equations presented at
the beginning of this paper. In other words, the second might not be arbitrary, but a natural
constant. I can suggest this because we now define the second not with dividing up the rotation
period of the Earth, but with cesium atomic clocks, which started in 1967 the year Canada’s
most famous and well documented UFO landing was sighted, and that was sighted in one of the
only reserves of the rare element cesium that makes atomic clocks possible.
Here is how we do it. The Nineveh constant is 1.959552E14 seconds/cycle. The second is now
defined as 9,192,631,770 cycles of the cesium atom per second. We have
A day has 86,400 seconds:
NinevehConstant
CesiumOscillat ion s
=
1.959552E14
9,192,631,770
= 21,316.5507
sec
2
c ycle
2
21,316.55057
sec
2
c ycle
2
= 146.0018855
sec
c ycle
≈ 146
sec
c ycle
(
86,400
sec
da y
)(
c ycle
146sec
)
= 591.7808
c ycle
da y
≈ 592
c ycle
da y
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A year is 365.25 days, but this is a cycle of the Earth around the Sun so we have:
It is the golden ratio. But we have to take the square root to get the right units. A particular
approximation we have to is found in Ancient Egypt. While the Sumerians started civilization
that spread throughout the world, the Ancient Egyptians did the same at the same time
independently, but they were isolated by ocean mountains and desert so no one invaded them,
like Semitic tribes with the Sumerians. However, they did much similar to the Sumerians, like
dividing the day into 12 hours as well. And, there has been much theorizing that Ancient Aliens
gave them a great deal, like the pyramids, whose construction cannot be explained. Questions
remain how such large, heavy stones were cut, moved, and stacked to make them.
In Maurice Chatelain’s book “Our Cosmic Ancestors” Chatelain suggests the pyramids were
landing beacons for alien craft because they were polished, and reflective, and were flat on top.
But, I would like to point out when Chatelain solves the mathematical proportions of the
pyramids he suggests it is because the ancient Egyptians approximated the golden ratio, ,
above in our cesium clocks and the constant of Nineveh, as and the pi ( ) the ratio of the
circumference of a circle to its diameter as . In the pyramids Chatelain had to reconcile
and with one another, which don’t reconcile exept in the Egyptian approximations to these
values above if we take the square root of , as we have to do above with . We
have for our cesium clocks with respect to the Nineveh constant as Chatelain suggests we have
for the pyramids:
So this all has to do with the number
So the Nineveh constant that the ancient Sumerians wrote down thousands of years ago at the
dawn of civilization not only describes the periodic motion of the planets, planets that during the
18th century at the birth of modern science we did not even know existed, which Maurice
Chatelain said divide evenly into it to four places after the decimal, not only does it do that, it
describes the oscillations of a cesium atom in its ground state that define a second, a second
that I have shown in theory is a natural constant at the basis of describing the planets and the
592
cycle
day
365.25
day
cycle
= 1.62
c ycle
2
da y
2
≈ 1.618 = Φ
c ycle
2
da y
2
Φ
Φ
196
121
π
22
7
Φ
π
Φ
Φ
c ycle
2
da y
2
Φ ≈
4
π
Φ ≈
196
121
=
14
11
=
4
π
= 4
7
22
=
28
22
=
14
11
Φ ≈
14
11
= 1.272727...
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atom in common. And, it does so via the relationship between the golden ratio and pi that the
Ancient Egyptians used to construct their pyramids. In turn, this cesium, which is ideal for
making such clocks was in the end used to define the second more accurately and made the
standard in 1967 when one of the most well documented UFO landings was reported in detail,
with much evidence to back it up, near Winnipeg, the capitol of the Manitoba providence where
most of the Cesium is mined for making such clocks. The Ancient Sumerians have been a
mystery to archaeology, how they settled down from hunting with stone spearpoints to invent
writing, mathematics, metallurgy, and agriculture. Also mysterious are the ancient Egyptians,
who invented mathematics, writing and agriculture around the the same time as the ancient
Sumerians independently and separately, especially their enormous stone pyramids stacked
with enormous stone blocks to precise Mathematical dimensions that we cannot even figure
today how they could have been cut, transported, and lifted. Did the ancient Sumerians and
Egyptians get their start in inventing civilization from visitors from another world more advanced
than ourselves? Can we find indications of the presence of such visitors in ancient and
contemporary times, and are there clues that show them to be the same people?
I also found that UFOs are prominent in Canada, and are most abundant in the Manitoba
providence where the cesium is mined. In fact most of their sightings are around the capital of
Manitoba, Canada Winnipeg near the cesium mines and the Falcon Lake UFO incident. A
Manitoba news station did a story on it saying Manitoba is a UFO hotspot, with most of the
sightings in Winnipeg, significantly. They reported the numbers of sightings in cities in
Manitoba up to 2016 when the story was released. They are:
Winnipeg 767, Carman 53, Brandon 45, Thompson 40, Sperling 36
I immediately knew to look to Manitoba, Canada after I learned cesium was abundant there
because Todd, who goes by the name of “Taken by the Greys”, said on Canadian radio that he
was abducted by grey aliens at lake Manitoba, and by a secret people in Black Suits. He said he
was the one who first said there were men in black suits, and that it is from him that they got the
idea for the film “Men in Black”, a science fiction movie about men and women who wear black
suits and oversee our relationships with extraterrestrials on Earth. Todd has a Youtube channel
where he has documented his abduction at Lake Manitoba, it goes by the name of Taken by the
Greys.
I have found that the basis unit of one second is not just a Natural constant for physical systems
like the atom and the planets around the Sun, but for the basis of biological life, that it is in the
sixfold Nature of the chemical skeletons from which life built, the hydrocarbons.
We return to a couple of the equations at the beginning of this paper…
The first can be written:
1secon d =
1
6α
2
⋅
r
p
m
p
4πh
Gc
1secon d =
K E
m
K E
e
(Ear th Day)
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14)
15)
From which instead of saying the left sides of these equations are seconds, we say they are
proton-seconds by not letting the units of cancel with the bodies of these equations on the
left, which are in units of mass, but rather divide into them, giving us a number of protons. I say
this is the biological because these are the hydrocarbons the backbones of biological chemistry.
We see they display sixfold symmetry. I can generate integer numbers of protons from the time
values from these equations for all of the elements with a computer program. Some results are:
A very interesting thing here is looking at the values generated by the program, the smallest
integer value 1 second produces 6 protons (carbon) and the largest integer value 6 seconds
produces one proton (hydrogen). Beyond six seconds you have fractional protons, and the rest of
the elements heavier than carbon are formed by fractional seconds. These are the hydrocarbons
the backbones of biological chemistry. And carbon is the core element of life. We see the
duration of the base unit of measuring time, 1 second, given to us by the ancients, is perfect for
the mathematical formulation of life chemistry. Here is the code for the program, it finds integer
solutions for time values, incremented by the program at the discretion of the user:
1
α
2
m
p
h 4π r
2
p
Gc
= 6pr oton ⋅ second s = carbon(C )
1
α
2
m
p
h 4π r
2
p
Gc
= 1pr oton ⋅ 6second s = hydrogen(H )
m
p
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#include <stdio.h>
#include <math.h>
int main(int argc, const char * argv[]) {
int n;
float value=0, increment,t=0, p=1.67262E-27, h=6.62607E-34,G=6.67408E-11,
c=299792458,protons[100],r=0.833E-15;
do
{
printf("By what value would you like to increment?: ");
scanf("%f", &increment);
printf("How many values would you like to calculate for t in equation 1 (no more than 100?): ");
scanf("%i", &n);
}
while (n>=101);
{
for (int i=0; i<n;i++)
{
protons[i]=((137*137)/(t*p))*sqrt(h*4*(3.14159)*(r*r)/(G*c));
int intpart=(int)protons[i];
float decpart=protons[i]-intpart;
t=t+increment;
if (decpart<0.25)
{ printf("%.4f protons %f seconds %f decpart \n", protons[i], t-increment, decpart);
}}}}
The Geographic Layout For UFOs and Cesium Mines
Interestingly, a straight line south from Falcon Lake where the UFO sighting was connects with
Houston, NASA’s location of mission control for space flights. I thought perhaps I was looking at
extraterrestrial navigation routes. The line of Falcon Lake to Houston, connects with Baja
Mexico, and that with Seattle, Washington a hub of tech Industry, where Microsoft is. A square
is made that encloses the United States nicely whose center is Denver, Colorado and Boulder
Colorado, Denver a so-called Beta World City, which means it is a primary node in the global
economic Network. Boulder Colorado maintains one of our Cesium atomic clocks that we use to
keep track of time accurately for science and caldendars. It is a one of a handful of laboratories
that does this. See the maps and drawings below:
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The green square in the south-east corner just south-east of Winnipeg is Falcon Lake, the grey
circle just north of there (Just north-east of Winnipeg is Bernic Lake). They are very close to one
another.
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Closing Statement
We are at a time in our history when we have built telescopes that we have been able to put in
space. They have enabled us to detect some of the tiny specks orbiting other stars that are
planets, tiny specks that we always guessed should exist if our theory was right that planets
orbiting other stars are common place. Some of these planets that we have found have turned
out to be like the Earth, solid and at the right distance from their star to not be to hot for water
to vaporize, or too far for it to freeze, but for it exist in its liquid phase, a condition we believe to
be necessary for life to happen as we understand it.
We are further at a time in our development where we can leave the Earth and explore some of
the planets orbiting our star, the Sun. Our technology in the realm of computing power, as
achieved with solid state technology and integrated circuitry in our computers has taken off into
beyond what we ever dreamed it would reach so early on. It has enabled us make robotic landers
and send them to Mars to send back information about its terrain, whether it has water and can
be colonized, a necessity for us to do because resources on Earth are finite, and our survival in
the end depends on us being able to expand out into space.
But these are interplanetary missions, and in the end we need to travel between the stars. While
the planets orbiting our Sun are accessible — it takes about a year with current technology to get
to Mars — the distances between the stars are immense, with current technology it would take
thousands of years to reach the nearest one. Space is inhospitable: its is cold and devoid of air, it
is a major undertaking just to leave the Earth and go to the Moon that takes months of planning;
we can’t just press a button and take off and go their at anytime we wish.
But computers are not just making developments in the physical and biological sciences, giving
us an idea or our origins, where we going, and what we are about, they are making
advancements in our ability to engineer better ones of them, themselves; the ability to make
more complex computations quicker and store information in smaller and smaller volumes.
With such computing power we may be able to develop a way to not just travel to the planets of
our star system, but to travel to the planets of other star systems.
This I believe is important to do. Especially in light of this study. Because, through it, we see the
solar system and the atom have a profound structure mathematically that is connected, and we
have to ask, why our solar system has this apparent design, and the Earth has such favorable
conditions to support life over the billions years needed for life to develop into something as
sophisticated as the human, that can alter its environment in it favor to such a degree that no
other animal has ever achieved.
We have to ask if this not just true of our star system, but of other star systems; there are many
kinds of stars, big hot ones, and small cool ones. If our solar system in its mathematical
structure reveals so much about us, what does the mathematical structure of other star systems
reveal about the inhabitants of their planets? Are the different star systems related but different,
and if so what would that tell us about our purpose in life, or its meaning?
In order to to make the jump to the stars, we have to undergo an expansion of consciousness to
adapt to space travel and its implications. It may be we will soon find that there is already a
social structure for the different worlds in common that allows for the different space faring
civilizations to function together, and that Earth might be invited to join such an intergalactic
community. I leave this paraphrasing a poem by the astronomer Carl Sagan:
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The surface of the Earth is the shore of cosmic ocean
From it we have learned most of what we know
Some part of our being knows this is from where we came
Recently, we have waded out to sea, enough to wet our toes
Some part of our being knows this is from where we came
We long to return
These aspirations, I think, are not irreverent
Though they may trouble whatever Gods may be.
It would seem Manitoba UFO activity is happening again in the same areas as the falcon lake
incident and near the cesium mines. The following video shows compelling footage:
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Natural Constants And Data
(Proton Mass)
(Planck Constant)
(Proton Radius)
(Gravitational Constant)
(light speed)
(Fine Structure Constant)
Earth day=(24)(60)(60)=86,400 seconds. Using the Moon’s orbital velocity at aphelion, and
Earth’s orbital velocity at perihelion we have:
m
P
: 1.67262 × 10
−27
kg
h : 6.62607 × 10
−34
J ⋅ s
r
p
: 0.833 × 10
−15
m
G: 6.67408 × 10
−11
N
m
2
kg
2
c : 299,792,458m /s
α : 1/137
q
p
= q
e
= 1.6022E − 19coulom bs
k
e
= 8.988E 9
Nm
2
C
2
K E
moon
=
1
2
(7.347673E 22kg)(966m /s)
2
= 3.428E 28J
K E
earth
=
1
2
(5.972E 24kg)(30,290m /s)
2
= 2.7396E 33J
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The Author!
